Some papers

  • "The Segal conjecture for elementary Abelian p-groups, I," with J.F. Adams, J.H. Gunawardena. This is the submitted draft of the paper appearing in shortened form in Topology 24 (1985) 435--460, .pdf.

  • "On the anti-automorphism of the Steenrod algebra" with M.G. Barratt, Contemp. Math. 12 (1982) 47-- : .pdf.

  • "Mark Mahowald's work on the homotopy groups of spheres," with D.C. Ravenel, Algebraic Topology, Oaxtapec, Contemporary Math. 146, 1993, .pdf.

  • Notes from a course on the homotopy theory of the vector field problem, taken by Matthew Ando. Part 1, Part 2.

  • "Leray in Oflag XVIIA: The origins of sheaf theory, sheaf cohomology, and spectral sequences": .pdf.

  • "A marriage of manifolds and algebra: the mathematical work of Peter Landweber": .pdf.

  • Memorial note on Frank Peterson, with E.H. Brown, F.R. Cohen, F.W. Gehring, and B.A. Taylor, .pdf.

  • Handout for 2007 Science and Engineering Program for Teachers talk, "Knots and Numbers," .pdf. And here are the slides.

  • "Sheaves, gradings, and the exact functor theorem," .pdf.

  • "Changing practices in teaching and learning at MIT," .pdf, a white paper written for the Task Force on the Undergraduate Commons, December, 2005.

  • Photographs of the Workshop on the Arithmetic of Structured Ring Spectra, Rosendal, Norway, 20--24 August, 2005.

  • In Fall, 2005, a system of tutorials was tried in Gigliola Staffilani's 18.02. Here is a report of an evaluation of this experiment conducted by Tom Clay.

  • "Initial conditions, generalized functions, and the Laplace transform," .pdf, with Kent Lundberg and David Trumper, has appeared: IEEE Control Systems Magazine 27 (2007) 22--35.

  • "Computer manipulatives in an Ordinary Differential Equations course: development, implementation, and assessment," with Deborah Upton, .pdf, to appear in the Journal of Science Education and Technology, is a report on the development of the d'Arbeloff Interactive Mathematics Project's Mathlets.

  • "Computer-assisted explorations in mathematics: pedagogical adaptations across the Atlantic," .pdf, with Suzanne Greenwald, is a report on the development of CATAM at Cambridge University and the Mathematics Project Laboratory at MIT.

  • "Legendre transform in two-dimensional thermodyamics," .pdf, a summary of thermodyamics of a single species, as background for a treatment of Legendre transform in advanced calculus.

  • A conjecture about the Adams E^2 term for the sphere in a wedge under the vanishing line, .pdf.

  • Lecture notes on a proof (with Jean Lannes) of Browder's theorem using characteristic numbers for manifolds with corners, .pdf.

  • A note on the Kervaire invariant and the Hopf invariant on a Moore space, .pdf.

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